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14 September 1993Ultrasonic texture motion analysis: theory and simulation
A theoretical model was previously developed to evaluate the relationship between the dynamics of ultrasonic speckle and its underlying tissue. The model is divided into an instrumental part represented by the point spread function (in the far field) of the ultrasonic apparatus and a moving tissue component describing the changing tissue acoustical impedance structure as a function of time. In this paper, a theoretical study of the correlation between various linear transformations of the tissue and the corresponding ultrasonic speckle motion is performed, based on a 2-D extension of the envelope crosscorrelation analysis of a narrow- band gaussian noise. In the linear scan case, obviously, tissue translation generates an identical speckle translation. However, tissue/speckle motion correlation decreases with increasing rotation and/or biaxial deformation; lateral deformation (perpendicular to the beam propagation axis) being much less sensitive. With respect to the transducer frequency, the rotation and the axial deformation of the tissue shows a better relationship with their respective speckle motion at lower frequencies while lateral deformation correlation is independent of the pulse frequency. With respect to beam (pulse) size parameters, tissue/speckle correlation decreases with rotation when a wide ultrasonic beam is used while the axial deformation correlation decreases with the axial duration of the pulse. This study sets the ground for the development of an ultrasonic strain gauge particularly useful for the assessment of biomechanical soft tissue properties based on speckle tracking.
Jean Meunier
"Ultrasonic texture motion analysis: theory and simulation", Proc. SPIE 1896, Medical Imaging 1993: Physics of Medical Imaging, (14 September 1993); https://doi.org/10.1117/12.154611
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Jean Meunier, "Ultrasonic texture motion analysis: theory and simulation," Proc. SPIE 1896, Medical Imaging 1993: Physics of Medical Imaging, (14 September 1993); https://doi.org/10.1117/12.154611